{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "7df2c653-1272-4d3a-a106-38748085dda7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-15T06:20:47.555200Z",
     "iopub.status.busy": "2022-07-15T06:20:47.554465Z",
     "iopub.status.idle": "2022-07-15T06:20:48.345180Z",
     "shell.execute_reply": "2022-07-15T06:20:48.344296Z",
     "shell.execute_reply.started": "2022-07-15T06:20:47.555124Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# 导入包\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from matplotlib import font_manager"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "258ccee2-e649-4647-8e22-76f37410282b",
   "metadata": {
    "tags": []
   },
   "source": [
    "```python\n",
    "plt.pie(x, labels, explode, autopct, shadow, textprops, ...)\n",
    "```\n",
    "### 参数解释\n",
    "* x: 每块数据在图中的占比值序列\n",
    "* labels: 每个分块对应的文字序列\n",
    "* explode: 设置部分数据块从饼图中分离的效果\n",
    "* autopct: 设置比例信息的显示格式\n",
    "* shadow: 设置阴影效果\n",
    "* textprops: 设置文本显示属性\n",
    "\n",
    "### 返回值\n",
    "* patches: 图中每个分块的对象(序列)\n",
    "* texts: 分块对应的名字文本对象(序列)\n",
    "* autotexts: 分块对应的比例文本对象(序列)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "3e72d757-2d42-4174-9e2e-aee455d7e494",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-15T06:20:51.978092Z",
     "iopub.status.busy": "2022-07-15T06:20:51.977594Z",
     "iopub.status.idle": "2022-07-15T06:20:51.981918Z",
     "shell.execute_reply": "2022-07-15T06:20:51.981236Z",
     "shell.execute_reply.started": "2022-07-15T06:20:51.978054Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# 创建字体管理对象，指向具体的字体文件\n",
    "font = font_manager.FontProperties(\n",
    "    fname=\"/System/Library/Fonts/STHeiti Light.ttc\", size=14, weight=4\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "e38c02bf-eda3-49ec-bf2b-573691f6840c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-15T06:20:54.703880Z",
     "iopub.status.busy": "2022-07-15T06:20:54.703444Z",
     "iopub.status.idle": "2022-07-15T06:20:54.707749Z",
     "shell.execute_reply": "2022-07-15T06:20:54.706764Z",
     "shell.execute_reply.started": "2022-07-15T06:20:54.703856Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# 创建实验数据\n",
    "phones = {\n",
    "    \"OPPO\": 8.7,\n",
    "    \"Samsung\": 23.4,\n",
    "    \"Vivo\": 8.1,\n",
    "    \"Apple\": 18.0,\n",
    "    \"Xiaomi\": 12.7,\n",
    "    \"其他\": 29.1,\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a439c70f-49db-4d99-8dd0-01e130b8658c",
   "metadata": {},
   "source": [
    "## 一、简单绘制数据"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "80787c3c-356a-4ed9-8403-d8a9ea08d4fd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-15T06:20:56.817280Z",
     "iopub.status.busy": "2022-07-15T06:20:56.816839Z",
     "iopub.status.idle": "2022-07-15T06:20:56.953414Z",
     "shell.execute_reply": "2022-07-15T06:20:56.952565Z",
     "shell.execute_reply.started": "2022-07-15T06:20:56.817255Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 设置绘图数据\n",
    "plt.pie(\n",
    "    phones.values(),  # 传入phones的value序列作为分块占比\n",
    "    labels=phones.keys(),  # 传入phones的key序列作为分块文字\n",
    "    explode=(0, 0, 0, 0.1, 0, 0),  # 选择把Apple对应分块分离出来\n",
    "    autopct=\"%.2f%%\",  # 设置分块占比保留两位小数\n",
    "    textprops={\"fontproperties\": font},  # 设定中文显示\n",
    "    shadow=True,  # 设置显示阴影效果\n",
    ")\n",
    "# 设置图名\n",
    "plt.title(\"Phones\")\n",
    "# 绘图\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e50dcaa8-0dd1-412d-83e0-bf4defe9acd4",
   "metadata": {},
   "source": [
    "## 二、通过返回值调整绘制"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "01f7060b-3381-450c-a514-997c07bd66df",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-07-15T06:21:00.495402Z",
     "iopub.status.busy": "2022-07-15T06:21:00.495026Z",
     "iopub.status.idle": "2022-07-15T06:21:00.611768Z",
     "shell.execute_reply": "2022-07-15T06:21:00.610830Z",
     "shell.execute_reply.started": "2022-07-15T06:21:00.495376Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 设置绘图数据\n",
    "# 分别拿到了分块序列(patches)、分块名字文本序列(texts)和分块占比文本序列(autotexts)\n",
    "patches, texts, autotexts = plt.pie(\n",
    "    phones.values(),  # 传入phones的value序列作为分块占比\n",
    "    labels=phones.keys(),  # 传入phones的key序列作为分块文字\n",
    "    explode=(0, 0, 0, 0.1, 0, 0),  # 选择把Apple对应分块分离出来\n",
    "    autopct=\"%.2f%%\",  # 设置分块占比保留两位小数\n",
    "    textprops={\"fontproperties\": font},  # 设定中文显示\n",
    "    shadow=True,  # 设置显示阴影效果\n",
    ")\n",
    "# 设置图名\n",
    "plt.title(\"Phones\")\n",
    "# 设置分块占比文本的显示效果\n",
    "for autotext in autotexts:\n",
    "    autotext.set_color(\"w\")\n",
    "    autotext.set_size(12)\n",
    "# 绘图\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "08daddd2-39e4-4250-9b59-128c3f256bb2",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
